Prof. Jan Kristensen | Mathematical Institute

Prof. Jan Kristensen

Cand Polyt, PhD

Status:

Academic Faculty

Professor of Mathematics and Tutorial Fellow at Magdalen College

Contact form

+44 1865 615123

ORCID iD:

https://orcid.org/0000-0002-8302-5953

Research groups:

Oxford Centre for Nonlinear PDE

Address

Mathematical Institute
University of Oxford
Andrew Wiles Building
Radcliffe Observatory Quarter
Woodstock Road
Oxford
OX2 6GG

Highlighted Publications:

Automatic convexity of rank-1 convex functions

Automatic convexity of rank-1 convex functions
Kirchheim, B; Kristensen, J
Comptes Rendus Mathematique issue 7-8 volume 349 page 407-409 (1 April 2011)

Higher differentiability of minimizers of convex variational integrals

Higher differentiability of minimizers of convex variational integrals
Carozza, M; Kristensen, J; Passarelli Di Napoli, A
Annales de l'Institut Henri Poincare (C) Analyse Non Lineaire issue 3 volume 28 page 395-411 (1 January 2011)

Boundary Regularity in Variational Problems

Boundary Regularity in Variational Problems
Kristensen, J; Mingione, G
Archive for Rational Mechanics and Analysis issue 2 volume 198 page 369-455 (23 April 2010)

Characterization of generalized gradient young measures generated by sequences in W^1,1 and BV

Characterization of generalized gradient young measures generated by sequences in W^1,1 and BV
Kristensen, J; Rindler, F
Archive for Rational Mechanics and Analysis issue 2 volume 197 page 539-598 (5 January 2010)

Relaxation of signed integral functionals in BV

Relaxation of signed integral functionals in BV
Kristensen, J; Rindler, F
Calculus of Variations and Partial Differential Equations issue 1 volume 37 page 29-62 (1 November 2009)

Recent Publications:

Partial Regularity for BV Minimizers

Partial Regularity for BV Minimizers
Gmeineder, F; Kristensen, J
ARCHIVE FOR RATIONAL MECHANICS AND ANALYSIS issue 3 volume 232 page 1429-1473 (June 2019) Full text available

Sobolev regularity for convex functionals on BD

Sobolev regularity for convex functionals on BD
Gmeineder, F; Kristensen, J
CALCULUS OF VARIATIONS AND PARTIAL DIFFERENTIAL EQUATIONS issue 2 volume 58 (April 2019) Full text available

The Gehring Lemma: Dimension free estimates

The Gehring Lemma: Dimension free estimates
Kristensen, J; Stroffolini, B
NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS volume 177 page 601-610 (December 2018) Full text available

On the H-systems in higher dimension

On the H-systems in higher dimension
Fusco, N; Kristensen, J; Leone, C; Verde, A
NONLINEAR ANALYSIS-THEORY METHODS & APPLICATIONS volume 177 page 480-490 (December 2018) Full text available

The Trace Theorem, the Luzin N- and Morse-Sard Properties for the Sharp Case of Sobolev-Lorentz Mappings.

The Trace Theorem, the Luzin N- and Morse-Sard Properties for the Sharp Case of Sobolev-Lorentz Mappings.
Korobkov, M; Kristensen, J
Journal of geometric analysis issue 3 volume 28 page 2834-2856 (January 2018)

Research interests:

Calculus of Variations

Partial Differential Equations

Real Analysis

Preferred address:

Magdalen College
High Street
Oxford
OX1 4AU
England

Further details:

Editorial boards

The Quarterly Journal of Mathematics http://www.qjmath.oxfordjournals.org

Advances in Calculus of Variations http://www.deGruyter.com/journals/acv

Mathematical Institute

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ORCID iD:

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Highlighted Publications:

Recent Publications:

Research interests:

Preferred address:

Further details:

Teaching:

Prizes, awards, and scholarships:

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Text Resize

Status:

ORCID iD:

Research groups:

Address

Highlighted Publications:

Recent Publications:

Research interests:

Preferred address:

Further details:

Teaching:

Prizes, awards, and scholarships: